colored polyhedrons
彩色多面体
regular polyhedrons
规则多面体
convex polyhedrons
凸多面体
composite polyhedrons
复合多面体
dual polyhedrons
对偶多面体
complex polyhedrons
复杂多面体
irregular polyhedrons
不规则多面体
geometric polyhedrons
几何多面体
solid polyhedrons
实心多面体
transparent polyhedrons
透明多面体
polyhedrons can be found in various fields of mathematics.
多面体可以在数学的各个领域中找到。
artists often use polyhedrons to create three-dimensional models.
艺术家们经常使用多面体来创建三维模型。
in geometry, polyhedrons are classified based on their faces.
在几何学中，多面体根据其面进行分类。
students learn about polyhedrons in their geometry class.
学生们在几何课上学习多面体。
some polyhedrons have symmetrical properties that are fascinating.
一些多面体具有迷人的对称特性。
polyhedrons can be used to explain complex concepts in physics.
多面体可以用来解释物理学中的复杂概念。
architects often incorporate polyhedrons into their designs.
建筑师们常常在设计中融入多面体。
there are five regular polyhedrons known as the platonic solids.
有五种被称为柏拉图立体的正多面体。
polyhedrons can be used in computer graphics to create 3d models.
多面体可以在计算机图形学中用于创建三维模型。
exploring the properties of polyhedrons can enhance spatial reasoning skills.
探索多面体的特性可以增强空间推理能力。
colored polyhedrons
彩色多面体
regular polyhedrons
规则多面体
convex polyhedrons
凸多面体
composite polyhedrons
复合多面体
dual polyhedrons
对偶多面体
complex polyhedrons
复杂多面体
irregular polyhedrons
不规则多面体
geometric polyhedrons
几何多面体
solid polyhedrons
实心多面体
transparent polyhedrons
透明多面体
polyhedrons can be found in various fields of mathematics.
多面体可以在数学的各个领域中找到。
artists often use polyhedrons to create three-dimensional models.
艺术家们经常使用多面体来创建三维模型。
in geometry, polyhedrons are classified based on their faces.
在几何学中，多面体根据其面进行分类。
students learn about polyhedrons in their geometry class.
学生们在几何课上学习多面体。
some polyhedrons have symmetrical properties that are fascinating.
一些多面体具有迷人的对称特性。
polyhedrons can be used to explain complex concepts in physics.
多面体可以用来解释物理学中的复杂概念。
architects often incorporate polyhedrons into their designs.
建筑师们常常在设计中融入多面体。
there are five regular polyhedrons known as the platonic solids.
有五种被称为柏拉图立体的正多面体。
polyhedrons can be used in computer graphics to create 3d models.
多面体可以在计算机图形学中用于创建三维模型。
exploring the properties of polyhedrons can enhance spatial reasoning skills.
探索多面体的特性可以增强空间推理能力。
探索常用高频词汇